Rotor (mathematics)
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- Calculation of Quantum Eigens with Geometrical Algebra Rotors
- Spin and Clifford Algebras, an Introduction M
- William Kingdon Clifford (1845–1879)
- And Two- Particle Systems in Physical Space Without Eigen-Algebra Or Tensor Product
- Geometric Algebra, Conformal Geometry and the Common Curves Problem
- Algebra of Complex Vectors and Applications in Electromagnetic Theory and Quantum Mechanics
- William Kingdon Clifford's Empirical Conception of Continuity In
- Pdfs.Semanticscholar.Org/Baba/976Fd7f6577eeaa1d3ef488c1db13ec24652.Pdf
- Spin-1/2 One- and Two- Particle Systems in Physical Space Without Eigen-Algebra Or Tensor Product
- A Brief Introduction to Geometric Algebra
- The Symmetries of Image Formation by Scattering. I. Theoretical Framework
- Rotations of 4Nπ and the Kinematic Design of Parallel Manipulators
- Using Geometric Algebra to Understand Pattern Rotations in Multiple Mirror Optical Syst IV Jack Hanlon and Hans Ziock Los Alamos National Laboratory
- Using Quaternion Geometric Algebra for Efficient Rotations in the Branch-And-Prune Algorithm to Solve the Discretizable Molecular Distance Geometry Problem F
- Lecture 1: Basics of Geometric Algebra
- A Fully Quaternion Based Nonlinear Attitude and Position Controller
- The Design of Linear Algebra and Geometry